This problematic program should take two numbers as inputs, a start point and a stop point, and sum the square of each integer between the $$start$$ and the $$stop$.$start$$ will always be less than or equal to $$stop$.$ Which one of the following statements is a reasonable correction? $($Note: the correction may not fully fix the function$)$

function sumOfSquares $=$ programToFix$($start$,$stop$)$

for num $=1$:$1$:start $?1$

sumOfSquares $=$ n$^2$; $?2$

end

Group of answer choices

Location $?2$: $$n$$ shall be $$num$$

Location $?1$: counting variable $$num$$ shall go as $$num $=$ stop:$1$:start$$

Location $?1$: interval of counting variable shall be $2$ instead of $1$

Location $?2$: $$sumOfSquares$$ shall be $$sumOfSquares$($i$)$